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arXiv physics/0506057physics.optics
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具有双曲色散关系的单轴介质

Uniaxial dielectric mediums with hyperbolic dispersion relations

Tom G. Mackay, Akhlesh Lakhtakia, Ricardo A. Depine

摘要:

传统单轴介质的色散关系可以根据介质是非耗散的还是耗散的而分别被表征为椭圆的或类椭圆的。然而,在某些本构参数制度下,色散关系可以是双曲线或双曲线状。研究了平面波在双曲/类双曲单轴介质中的传播。对于消逝和nonevanescent传播,相速度被发现是积极的相对于时间平均的坡印廷矢量。提出了双曲型单轴介质作为均匀化复合介质的概念。

英文摘要:

The dispersion relations for conventional uniaxial dielectric mediums may be characterized as elliptical or elliptical-like, according to whether the medium is nondissipative or dissipative, respectively. However, under certain constitutive parameter regimes, the dispersion relations may be hyperbolic or hyperbolic-like. We investigate planewave propagation in a hyperbolic/hyperbolic-like uniaxial dielectric medium. For both evanescent and nonevanescent propagation, the phase velocity is found to be positive with respect to the time-averaged Poynting vector. A conceptualization of a hyperbolic--like uniaxial medium as a homogenized composite medium is presented.

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